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th-position-vector-of-a-particle-p-of-mass-3-kg-is-given-by-r-cos-2t-i-sin-2t-j-m-given-that-p-was-intitialy-at-rest-find-the-cartesian-equation-of-its-path-and-describe-it-




Question Number 91654 by Rio Michael last updated on 02/May/20
th position vector of a particle p of mass 3 kg is given by    r = [(cos 2t) i + (sin 2t)j] m  given that p  was intitialy at rest.  find the cartesian equation of its path and describe it.
thpositionvectorofaparticlepofmass3kgisgivenbyr=[(cos2t)i+(sin2t)j]mgiventhatpwasintitialyatrest.findthecartesianequationofitspathanddescribeit.
Answered by Kunal12588 last updated on 02/May/20
m = 3kg  r = [(cos 2t)i+(sin 2t)j] m  y=cos 2t  x=sin 2t  x^2 +y^2 =1  i.e. path is a circle
m=3kgr=[(cos2t)i+(sin2t)j]my=cos2tx=sin2tx2+y2=1i.e.pathisacircle
Commented by Rio Michael last updated on 02/May/20
wow thanks sir,  what if we have something like this   r = [ (cos 2t) i + (sin 2t)j + (sin 2t)k] how do describe this?
wowthankssir,whatifwehavesomethinglikethisr=[(cos2t)i+(sin2t)j+(sin2t)k]howdodescribethis?
Commented by Kunal12588 last updated on 02/May/20
may be answer lies in 3d geometry, I don′t know
maybeanswerliesin3dgeometry,Idontknow
Commented by Rio Michael last updated on 02/May/20
okay sir thanks, was thinking of hw to describe this
okaysirthanks,wasthinkingofhwtodescribethis

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